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Directory:Jon Awbrey/Papers/Peirce's 1870 Logic Of Relatives (view source)
Revision as of 15:02, 11 April 2009
, 15:02, 11 April 2009→Commentary Note 10.11
This avers that a man that is black that is rich is Othello, which is true on the premisses of our universe of discourse.
This avers that a man that is black that is rich is Othello, which is true on the premisses of our universe of discourse.
The stock associations of `g`'o'h lead us to multiply out the product m,,b,r along the following lines, where the trinomials of the form (''X'':''Y'':''Z'')(''Y'':''Z'')(''Z'') are the only ones that produce any non-null result, specifically, of the form (''X'':''Y'':''Z'')(''Y'':''Z'')(''Z'') = ''X''.
The stock associations of <math>\mathfrak{g}\mathit{o}\mathrm{h}</math> lead us to multiply out the product <math>~\mathrm{m},\!,\mathrm{b},\mathrm{r}~</math> along the following lines, where the trinomials of the form <math>(X\!:\!Y\!:\!Z)(Y\!:\!Z)(Z)\!</math> are the only ones that produce any non-null result, specifically, of the form <math>(X\!:\!Y\!:\!Z)(Y\!:\!Z)(Z) = X.\!</math>
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